Electrically operated calculating equipment



L. B. HAIGH Nov. 26, 1946.

ELECTRICALLY OPERATED CALCULATING EQUIPMENT Filed July l2, 1943 7 Sheets-Sheet l S Nwk Ql S bl W wm INVENTOR. fZ/f N14/GH ATTHA/EY l Nov. 26, 1946.

L. B. HAIGH ELECTRICALLY OPERATED CALCULATFNG EQUIPMENT Filed July 12, 1943 '7 Sheets-Sheet 2 En Sb woe Y @l @Y n@ @i Q QQ m. W @Hh .EN a @M A @gk LM Sv @elw S, Y @H Y@ L. B. HAIGH Nov. 26, 1946.

ELECTRICALLY OPERATED CALCULATING EQUIPMENT Filed July 12, 1945 7 Sheets-Sheet 3 INVENTOR Nov. 2s, 1946.' L, B HMGH 2,411,540v

ELECTRICALLY OPERATED CALCULATING EQUIPMENT Filed July 12, 1945 '7 sheets-sheet 4 Nov; 26, 1946. L. B. HAIGH 2,411,540

ELECTRICALLY OPERATED CALCULATING EQUIMENT Filed July 12V, 1943 7 Sheets-Sheet 5 BY r @5% i Z ATTHNE'Y Nov. 26, 1946. 1 B, HAIGH 2,411,540

ELECTRICALLY OPERATED CALCULATING EQUIPMENT Filed July 12, 1943 '7 SheelLS-Sheel*l 6 /ITTHNEY Nov. 26, 1946.. l.. B. HAIGH 2:4,540

ELECTRICALLY OPERATED CALCULTING EQUPME'NT Filed July 12, 1945 SheetS-Sheefl 7 INVENTOR. fsL/f f/A/Gf/ AT TURA/Z Y Patented Nov. 26, 1946 ELECTRICALLY OPERATED CALCULATING EQUIPMENT Leslie Baines Haigh, West Orange, N. J., assignor to Standard Telephones and Cables Limited, London, England,-a British company Application July 12, 1943, seria1'N0.494,2s1

In Great Britain June 6, 1941 (Cl. 23S-61) 6 Claims.

This invention relates to calculating equipment.

Electrically operated calculating equipment in which the calculations are performed in radix two has been described in thegapplications of Hartley et al., iled July 12, 1943, Serial No. 492,282, and Hartley et al., June 24, 1943, Serial N0. 492,060.

The present invention relates to means for converting numbers expressed in a rst radix into equivalent numbers expressed in a second radix.

The object of the invention is to receive information in the decimal system or radix ten and translate this information one digit at a time into a radix two system.

Another object is for this system to operate in connection with another system for further calculations, such as that disclosed in the application of Hartley et al. 52-36--7, led July 12, 1943, Ser. No. 494,292, and the information can be transmitted to the second system either by means of manually'operated keys to set up a number in the radix two system or it may be transmitted from contacts and relays.

vAnother object is to provide a system which may be expanded or continued in any desired number` of digits by a process similiar to that shown in the drawings.

The invention is illustrated in the accompanying drawings in which:

Fig. 1 Ishows a broken-down sequence chart showing just the pulsing or cycle relays AP, C, and 'I' and their control oi the seduence or progress relays J, K and L.

Fig. 2 shows a sequence chart broken-down includingthe relays listed in Fig. 1 and in addition the points at which certain operations take place when the rst digit key is operated.

Fig. 3 'shows the above relays listed in Fig. l and in addition the points where certain operaK tions take place when a second or subsequent digit key has been operated.

I Fig. 4 shows a complete sequence chart for the operation and release of relays for digit 2 of the number 25 used for illustration.

Fig. 5 shows the operati-on and release of all relays for the digit 5 in the illustration 25.

Fig. 6 lshows a sequence chart with the operation and release ofall relays for the rst digit 5 in the number 58 used for illustration.

Fig. 7 shows a sequence chart with the operation and release of all relays for the digit 8 in the illustration 58.

Fig. 8 shows the numerical and start keys, to-

gether with associated recording and start relays.

Fig. 9 shows the pulsing or cycle relays and their relation to the sequence or progress relays.

Figs. 10 and 10A, taken together, show the recording and translating relays, together with their associated lamps.

The nature of the invention will be better understood from a description of o-ne embodiment thereof taken in conjunction with the accompanying drawings in which Figs. 8 to 10 taken together are a circuit diagram of an electrically operated calculating equipment by means of which an integral number expressed in radix ten is converted rapidly and automatically into the equivalent number expressed in radix two.

The radix of any numbering system is a number which is made the base of the system. Thus, 10 is the radix or base of the decimal system and it is therefore called the radix ten system. In the radix two system the base is 2 and hence the name radix two.

In order to translate from the radix ten system into the radix two system the former is broken-down into twos or a multiple thereof. Also in order to place the radix two `system on a decimal basis for arithmetical calculations, each time a 2 appears in the radix ten system, a 10 is substituted in the radix two system. For ex.- ample, if an 8 or 23 appears in the radix ten system, a 103 is substituted in the radix two 'system. As another example, if 7 or 22 plus 21 plus 2o is found in the radix ten system, it is translated into 102 plus 101 plus 10 in the radix two system. In the process of addition in the radix two system, where 0 and l only are used, it is done as follows: 19100 added to 101 equals 11001; the process being different from the usual in that the sum of the two ls in the hundreds column equals 2 but since 2 is not used, a zero is substituted and a 1 carried over to the thousands column.

This general method is used to facilitate the circuit design.

In the circuit shown numbers are entered into the equipment'digit by digit in the usual order of descending denominational values by means o ten keys, shown in Fig. 8, one for each digital Value to be entered. As each digit is 'submitted, the radix two equivalent of the radix ten number so far keyed is displayed on a lamp indicator (Fig. 10), whereupon another digit `may be superimposed. Digits may be submitted at the rate of about three per second.

lamps can equally clearly be replacedv yby contacts of a coupling relay, arranged to connect the circuit at the desired moment to any kind of radix two storing or indicating device, which is designed to operate from a potential on one of two wires in each denomination.

Calculator or translator The calculator is a straightforward accumulator arranged for the addition of numbers in radix two, as described in the above mentioned Hartley et al. application, led July 12, v1943, Serial No. 494,282, and may be extended for as many denominations in radix two as may be re# quired for the radix ten numbers which are to be converted, i'. e., seven denominations for two digit numbers, ten for three, fourteen for four, etc.

Ineach denomination (except the highest, 2N), there is a new factor relay A, an aggregate relay Z and an aggregate-retaining relay B. The operated condition of any of these relays represents the value 1 vin the denomination concerned, and the unoperated condition represents the value 0. A new factor is added in two stages to an aggregate already registered by the Z relays.v First, the old aggregate is transferred from the Z to the B relays, and the new factor Ais entered on the A relays. Second, the holding circuit of the Z relays is opened and the latter immediately re-operate in a new combination representing the sum of the numbers registered by the A and B relays, and the new aggregate may then be displayed on the lamps.

Principle of conversion ofv multi-digit radix ten numbers into radia: two

The value 'of a digit entered in radix tenis recorded by operatinga combination ofthe live translatingrelays PA-PE (Fig. 8). The combinations are so chosen that PA operated represents the value 1 in denomination 20 of a radix two number, PB the value 1 in denomination 21, PC the value l in denomination 22, and PD the value 1 in denomination 23, while PE operated represents the value in all the four denominations. The ve relays are connected to the ten keys in accordance with the following table, from which it wil1 appear that the set of relays constitutes a device'for translating any single digit in radix igen directly into the equivalent radix two numy Equivalent Bailigen Translating relays operated radix two number .3 PB PA 0011.

5 PO PA. 0101 s Po VPn ono 7 PC PB PA 0111.

9 PD PA 1001 As soon as the rst digit of a radix ten number to be converted is keyed, the equivalent radixftwo number is entered from contacts of the tran,Slating relays into the calculator, stored therein, and displayed. The second digit of the radix ten number is then keyed and calculation begins.

` Considered in radix ten, the keying of this second digit implies that the number so far submitted has become, by that keying action, a twodigit number with the first digit transferred from denomination 100, which it previously occupied to Vdenomination 101, and the second digit placed in denomination100,'i. e., a number having a total value equal to ten times the value of its first digit,

plus the value of its second digit. N ow the equivalent in radix two of the radix ten number l0 is the number 1010 (since, in radix ten, 10=8+2=23+21 It follows, therefore, that the radix two equivalent of the two-digit radix ten number keyed is equal to 1010 times (computed in radix two) the radix two equivalent of the rst digit keyed, plus the radix two equivalent of the second digit keyed.

The following information gives the arithmetical calculations for the illustration 25 in simplied and complete form: Y

Key 2 is operated in the decimal or radix ten system. `In the radix two system, as explained above, this digit 2 is translated into'lO and if no other key is operated this digit has been completed and is displayed on lamps as 10 with certain zeros in front which have no signicance.

Key 5 or the second digit is then operated in the decimal or radix ten system andthe total of 25 is broken down into 2 times 10 plus 5. The substitution of 10 in the radix two system for 2 in the radix ten system was described above. 10 in the radix ten system is broken down into 8 plus 2 or 23 plus 21 in the decimal system and then in the radix two system, 10 being substituted for the 2s, it equals l03 plus 101 or 1000 plus 10 or 1010. The 5 in the decimal system is broken down into 4 plus 1 or 22 plus 20. In the radix two system, since lOs are substituted for the 2s, this is translated into 102 plus 100 or 100 plus l which equals 101. Therefore, from the above calculations, for the fina1 answer inradix two we have 10 1010 plus lOl, which equals 11001, The lamps corresponding to the ls would then be lighted and the numbers indicated with two zeros in front which have no significance.

Detailed circuit operation Before starting the detailed operation of the circuit it will clarify the operation if the sequence charts shown in Figs. 1 to 3 are reviewed rst. This will give a broad picture as to what to expect in the detailed operation. For the first digit as shown in Fig. 2, the pulsing and progress relays do a lot of operating and releasing without any apparent useful purpose. Certain cycles of these relays are required'for the calculation of the second and sub-subsequent digits. The relays are allowed to go through the same cycles for they rst digit to avoid circuit complication. The sequence charts shown in Figs. 4 to 7 indicate the same sequence as the detailed operation. Theymay be referred to either with the detailed operation or separately.

It is supposed that an operator desires to obtain the radix two equivalent of the radix ten number 25. To place the circuit in operation, the operator throws the locking key start and ST operates.`

Lamps NLG, 5LB, ALD, SLS, 2L0, IL and ULD burn in a circuit to ST2 and display the radix 2 number 0000000. The circuit can be traced to 5 the zero lamps through 0Z4 to EIZI back C6, DC2 back and ST2. The operator depresses key 2 and PB operates. DC operates to PE2 and number display ceases, open at DC2. PB locks over DC2 to ST2. J operates over STI, KI! back and LE back to DCI.

AP operates over J Il, T3 and C5 baci: loclrs over API to T2. C operates to APE. J locks to C4. K operates over J3 iront to Cil and locks over both KEI through LS back and lil to DCI and C4 respectively. T operates slowly to C5.

AP, open at T2, releases. C, open at APE, releases. J, open at C11 and KI I, releases. T, open at C5, releases.

AP operates Kill, T3 and C5 back and locks to T2, followed by C to APE. K again locks to CII. L operates over K0 iront and J 8 back to C5; and locks over L55 to DCI. T operates slowly to C5.

AP, open at T2, releases, followed by C. K, open at Cil and L, releases. T, open at C5, releases. IA operates over L2, PBS and T3 to C5 and locks over IAI and ST3 to TI. This transfers the record from the key relays to the A relays.

AP operates over L5, T3 and C5 and locks over API to T2, followed by `C to AP. IZ operates over IA2 front, IBS back, 0152 back to C2 iront. This transfers the record from the A relays to the Z relays. M operates over K8 bach, J 0 back to Cd and locks over MI, ALS to PE2. T operates to C5, slowly enough to allow IZ time to operate. DC, open at Ml, releases. L, open at DCI, releases. PB, open at DCE, releases as soon as key 2 is allowed by the operator to restore.

AP, open at T2, releases, followed by C. IZ locks through ALE, ST5 to APB back.. M, onen at C4 and PE2 releases as soon as PB has released. IA, open at CI, releases. T releases at CE.

Lamps NLll, 5Li3, ALS, SLB, ELS, l I, A53 burn in a circuit to C6, D02 back, ST2 and diss-lay the radix two number 0000010, the equivalent of the radix ten number 2. At this stage ST and the aggregate relay IZ alone remain operated.

The operator depresses key s PC and .PA operate. DC operates over MI ba to PC2 and PAZ, and number display ceases, onen at DCE to ST2. PC and PA lock over D02. J operates over STI, KI I back, Lil back to DCI. 2A operates over J2, IZB, T3 and C5 and locks over 2AI through ST3 to TI. This transfers the record from the Z relays to the next column in the A i,

relays which is part ci the calculation.

AP operates over J t, T3, C5 and locks over API to T2, followed by C to IZ, open at C2 baci: and AP back, releases. 2Z operates over 2A?.

front, T53 back, IAII back, EEZ back to C2 front.

J locks to Cil. K operates over Je iront to Cil and locks over KI I front, LIE baclr to DCS. aroerates to C5, slowly enough to allow EZ time to onerate.

AP, open at T2, releases, followed by C at 2Z locks through ALE, ST5, C2 bael: and to APS back. 2A, onen at Cl, releases. EB operates over 222 and K9 to CE back. J, onen Cri, re T, open at C5, releases. A operates over T3 to C5 and locks over IAI, and TI.

AP operates over KI 0, T3 C5 and locks o'rer API to T2, followed by C at AF2. 2B looks to APS front over ZBI. 2Z, although open at holds (or releases and rre-operates) to C2 front over IB?. back, iAfl back, 2BZ5 front and f A2 tZ also operates over #A2 front, als back, 3BE back to C2 iront. l to over K1. L operates over K8 front, J bach to C0 locks over L@ to DCI. T onerates to slowly enough to allow EZ and 4Z time to operate.

AP, open at T2, releases, followed by C at APZ.

mvo sa, duo,

le, 3A@

ill

6 2Z and 4Z lock to APS back through AL2 and ST5. IIA, open at CI and TI, releases. 2B, although open at C3 front, holds (or releases and re-operates) to C3 back over Ll and 2Z2. @B operates to C3 back over Z2 and L7. K, open at C12, releases. T, open at C5, releases. 0A operates over LI, PAS, T3 and C5 and looks over EAI and ST3 to Tl. 2A operates over L3, PCS, T3 and Cil and locks to AI, ST3 and TI. This transfers the record from the key relays to the A relays.

AP operates over L5, T3 and C- locls over API to T2, followed by C at APE. Z operates @A2 front, 0133 back, and C2 iront. SZ operates over 3A2 back, SBS back, 3 iront, 252 front, to C2.

2Z releases at APS back and C?. basl; The sum` or 1, represented by 2A operated, and 1, represented by 2B operated, is l0 in radix two. The value 0 in denomination 22 is thus correctly recorded by release of 1 is carried over to the next higher denomination 23 and recorded, since neither 3A nor 3B is operated, by the opera tion of SZ. as stated.

M operates over K0 back, JS back to Cil and locks through MI front, ALS and PAE. T operates to C5, slowly enough to allow SEZ, EZ time to operate. DC, open at lVII, release L, open at DCI, releases. PC and PA, open at DCi, release as soon as key 5 is allowed by the operator to restore.

AP, open at T2, releases, followed by C at APZ. SZ, BZ and IZ lock to APS back. lVi, open at Cil, releases as soon as PC and PA have released. 0A and 2A, and 4A, open at CI, release. T releases at C5. 2B and AB, open at CS, release.

Lamps 5LB, ELLI and SLI, 2L0, IL@ and 0L! burn in a circuit to C0 and display the radix two number 0011001, the desired equivalent of the radix ten number 25. At this stage, ST and the aggregate relays GZ, SZ and CIZ alone remain operated.

The operator, having submitted the complete radix ten number and read the computed equivalent radix two number, restores lrey start;

e ST, QZ, SZ and llZ release and display @eases- The circuit is again in its original condition.

It is to be observed that any combination of digits that has been entered by means of the digit keys appears finally as a number in radix two on the Z relays. Each time a digit key is depressed, one or more of the translating relays PA-PE operate, followed by DC and J, and that thereafter' the three relays AP, C and T operate and 'release in turn three times in self-timing circuits and independently of the A, B and Z relays; and that K, L and M serve to count the three cycles of AP, C and T. Each time C is operated calculation takes place, the Z relays operating in a combination determined solely by the conditions of the A and B relays.

The immediate result of the operation of a digit key, ollowing operation oi relays D, C and J, is to cause the number stored on the relays to be multiplied by 10 in radix two the product to be recorded on the A relays. The first operation or relay C causes this to be transferred to the Z relays by means oi the circuits or adding the number recorded on the A relays to the number recorded on the Z relays, the latter being zero at the present stage. The Yfollowing is an illustration in which an operator desires to obtain the radix two equivalent of the radix ten number 58. The rst digit 5 is broken .flown into d+l. or 22 plus 20. In the radix two system equiv'- alent is 102 plus 100, or 100 plus 1 which equals 101. The total 58 is broken down into 5 times 10 plus 8. In the decimal system the 10 is broken down into 8 plus 2 or 23 plus 21. In the radix two system this is translated into 103 plus 101, or 1000 plus 10, which equals 1010. In the radix ten system the digit 8 is broken down into 23 which translated into radix two system is equal to 103 or 1000. Therefore we have 101 times 1010 plus 1000 or at total of 111,010.

The following is a detailed operation of the circuit for the illustration of the radix ten number 58. The start key is operated and it operates relay ST. This lights the zero lamp for each digit shown on the circuit. The circuit can be vtraced through CS, DC2 back, to ST2. Key 5 is operated and operates PC and PA relays. Relay DC operates through M I back, AI3, to PA2 and PC2. This extinguishes the lamps at DC2 back. J operates through STI, KII back, L6 back to DCI. AP operates through J6, T3 to C5 back and locks to API and T2. C operates at AP2. K operates at J8 front and C4. T operates slowly at C5. AP releases at T3. C releases at AP2. J releases at C4. T releases at C5 front.V AP operates through KID, T3 to C5 back and locks through API to T2. C operates at AP2. L operates through K8 front, J8 back and C4. T operates at C5 front. AP releases at T2. C releases at AP2. K releases at Cil, T releases at C5 front. A operates through LI, PA3, T3 and C5 back. 2A operates through L3, FC3, T3 and C5 back. This transfers the record from the key relays to the A relays. AP operates through L5, T3 and C5 back. C operates at AP2. [IZ operates through GAZ front, 0B3 back, C2 front. ZZ operates over 2A2 front, 2B3 back, IAlI back, IB2 back, C2 front. M operates over K8 back, J5 back and Cil. DC releases at MI back. T operates at C5 front. L releases at DCI. PA and PC release at DC2. AP releases at T2. M releases f at PA2 and PC2. C releases at AP2. 0A and 2A release at CI front. T releases at C5. This lights lamps 000101; This represents the radix two equivalent of the digit 5.

The following is the detailed operation for digit 8 in the illustration 58.

The relays left operated from the above operation are ST, BZ and ZZ. Key 8 is operated and it operates relay PD which locks through PDI to DC2 front. DC operates through MI back, AL3 and PD2. J operates through STI, K6 back, L5 back and DCI. AP operates through J6, T3 and C5 back. 3A operates through J3, 2Z3, T3' and C5 back. IA operates through JI, 023, T3 and C5 back. This transfers the record from the previously operated Z relays to the next column to the A relays. C operates to AP2. K operates through J8 front and C4. 0Z and ZZ release at C2 back. IZ operates through IA2 front, IB3 back, 0B2 back and C2 front. SZ operates 3A2 front, 3B3 back, 2A@ back, 2B2 back,

and C2 front. This transfers the record from the A relays to the Z relays. T operates at C5 front. AP releases at T2. C releases at AP2. IA and 3A release at TI and CI. 3B operates through 3Z2 to K9 and C3 back. J releases at C4. IB operates through IZ2, K9 and 3C back. T releases at C5. 3A operates through K2, IZ3, T3, to C5 back. 5A operates through Kil, 3Z3, T3 to C5 back. AP operates through KID, T3 and C5 back. .C operates at AP2. 4Z operates through IA2 back, BS back, 3A3 front, 3B2 front and C2 front. 5Z operates through 5A2 front, 5B3 back, lIAlI back, IJBZ back to C2 front. L operates through K8 front and J8 front and C4. T operates through C5 front. AP releases at T2. C releases at AP2. 3A and 5A release at CI and TI IB and 3B release at C3 front and AP3 front. K releases at C4. AP operates through L5, T3 and C5 back. T releases at C5 front. C operates at AP2. M operates through K8 back, J8 back and Cl. DC releases at MI back. T operates at C5 front. PD releases at DC2 front. L releases at DCI. AP releases at T2. M releases at PD. C releases at AP2. T releases at C5 front. This leaves relays 5Z, 4Z, 3Z and IZ operated. This lights the final lamps for the combination of digits 5 and 8 and is indicated at 111,010.

It has been shown that when 2A and 2B are both operated, 1 is carried over to the next higher denomination. The calculator, in fact, effects carry over automatically in all circumstances, without introducing any delay in the operation of the Z relays.

In denomination 20, it will be observed that UZ operates if 0A or 0B is operated, but not if both are operated. In the latter case (only), the front contact of @A3 is grounded and 1 is carried over to denomination 2'1. If 0A or 0B or neither is operated, the back contact of GA3 is grounded and (I is carried over to denomination 21.

In denomination 21, IZ operates if either 0 is carried over from denomination 2 and IA or IB is operated alone, or 1 is carried over from denomination 2l and IA and IB are both operated or both unoperated. The armature of IA3 is grounded and 1 is carried over to denomination 22 if either IA and IB are both operated (whether or not 1 has been carried over from denomination 20) or 1 is carried over from denomination 2 and IA or IB is operated alone. I'he armature of IAQ is grounded and 0 is carried over to denomination 22 if either IA and IB are both unoperated or 0 is carried over from denomination 20 and IA or IB is operated alone.

In all other intermediate denominations, the conditions for operating the Z relay and for carrying 1 or 0 over to the next higher denomination are the same as in denomination 21.

In denomination 2N, i. e., the highest denomination for which provision is made, there is no A relay. NZ operates if either 0 is carried over from the next lower denomination 2N1 and NB is operated or if 1 is carried over and NB is unoperated. The front contact of NBZ is grounded and 1 is carried over to a denomination not provided for, if 1 is carried over from denomination 2N1 and NB is operated. In the'latter event, AL operates and locks to ALI; the operated Z relays, open at AL2, release; DC, open at ALS, releases; and the radix two number 0 is displayed, indicating that the capacity of the calculator has been exceeded. This condition persists until key start is restored.

What is claimed is:

1. Calculating equipment comprising means for entering thereinto by successive digits an integral number expressed in a first radix, electrically operated means for transforming each of a succession of digits of said number in turn, as it is entered, commencing with the digit of highest denomination, into the equivalent number in a second radix as if said digit were of lowest denomination, and means including said electrically operated means, effective upon entry of each digit of lower denomination, for computing a number in said second radix equivalent to the value of preceding digit or digits raised to the next higher denomination in said first radix and for adding to the result of said computation the number expressed in said second radix which is equivalent to the Value of the lower denomination of said number expressed in said iirst radix.

2. Calculating equipment comprising means for entering thereinto by successive digits an integral number expressed in a first radix, electrically operated means for transforming the digit of highest denomination of said number upon entry thereof into its equivalent in a second radix, means elective upon entry of a digit of next lower denomination for multiplying said equivalent by the value of said rst radix expressed in said second radix, and for adding to the product the equivalent in said second radix of said digit of next lower denomination of said first mentioned number, and means for rendering available the number which is the result of said addition.

3. Calculating equipment as claimed in claim 2 in which said first radix is ten and said second radix is two.

4. Calculating equipment comprising means for entering thereinto digit by digit commencing with the digit of highest denomination an integral number expressed in a first radix, means automatically responsive to the entry of each digit for converting said digit into its equivalent in a second radix, for multiplying the equivalent in said second radix of any combination of digits of said number previously entered by the value of said rst radix expressed in said second radix and for adding to the product the equivalent in said second radix of the digit last entered, and means for rendering available the number which is the result of said addition.

5. A calculating apparatus for translating a number expressed in radix ten into a number expressed in radix two, comprising a plurality of input wires, there being one for each digit from zero to nine, means to enter the successive digits of a number expressed in radix ten into said apparatus by altering in sequence the circuit conditions of a combination of said input wires, a plurality of output wires, and means operatively controlled by the circuit conditions of said input wires and comprised solely of relays and contacts operated thereby for altering upon entry of each successive digit, the circuit condition of a combination of said output Wires in accordance with the equivalent expressed in radix two of the number expressed in radix ten which has been entered into said apparatus.

6. A calculating apparatus, as dened in claim 5, in which the means for altering the circuit condition of a combination of the output wires includes a plurality of storage relays which operate when the next succeeding digit is entered into said apparatus and which cooperate to calculate the equivalent in radix two or" the digit in that denomination plus the radix two equivalent of any preceding denominations.

LESLIE BAINES HAIGI-. 

